In this chapter we study systems governed by master equations and defined in a lattice. To each site of lattice there is a stochastic variable that takes only two values which we choose to be + 1 or − 1.
This textbook provides an exposition of equilibrium thermodynamics and its applications to several areas of physics with particular attention to phase transitions and critical phenomena.
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Walking along the liquid-vapor coexistence line of a pure substance into direction of high pressures and high temperatures, the vapor density increases and the liquid density decreases to the point where the densities of the two phases become equal.
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If heated, however, such materials lose their natural magnetization at a given temperature, called critical temperature T
In this chapter we consider systems with stochastic dynamics, governed by master equations and defined on a lattice. The system to be studied comprises a lattice with N sites.
To this end we introduce and develop a stochastic formulation of nonequilibrium thermodynamics of chemical reaction systems based on a master more info equation defined on the space of microscopic chemical daniel dantas mercado livre states, and este...
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